Lineare Optimierung: Hühner und Gänse
Author: JW

Konstrutionsanimation

x+y<=6500

x+200y<=10000

x<=4000

y<=4000

x>=0
y>=0

z=3.3 x+3.3*1.5*y->max

z=0 -> y= - 2/3 x   -> k= - 2/3 

k= -2/3

a(x, y) = x + y ≤ 6500
b(x, y) = x + (2 * y) ≤ 10000
c(x) = x ≤ 4000
d(y) = y ≤ 4000
e(x, y) = (x ≥ 0) ∧ (y ≥ 0)
f(x, y) = a(x, y) ∧ b(x, y) ∧ c(x) ∧ d(y) ∧ e(x, y)
Vieleck1, j, k, l, m = Polygon((0, 0), (3000, 0), (3000, -2000), (0, 0))
g: y = (-2 / 3 * x)
h: y = (-2 / 3 * x) + 5500
i: y = (-2 / 3 * x) + 5500
A: (3000, 3500)